Column IColumn IIa. The value oflog2log2log4256+log√24 is p. 1b. If log3(5x−2)−2log3√3x+1=1−log34,then x= q. 6c. Product of roots of the equation 7log7(x2−4x+5)=(x−1) is r. 3d. Number of integers satisfyinglog2√x−2(log14x)2+1>0 ares. 5Then which of the following is correct ?

Column IColumn IIa. The value oflog2log2log4256+log√24 is

1.	Column IColumn IIa. The value oflog2log2log4256+log√24 is p. 1b. If log3(5x−2)−2log3√3x+1=1−log34,then x= q. 6c. Product of roots of the equation 7log7(x2−4x+5)=(x−1) is r. 3d. Number of integers satisfyinglog2√x−2(log14x)2+1>0 ares. 5Then which of the following is correct ?
Answer» $\begin{matrix} C o l u m n I & C o l u m n I I a. The value of {log}_{2} {log}_{2} {log}_{4} 256 + {log}_{\sqrt{2}} 4 is & p. 1 b. If {log}_{3} (5 x - 2) - 2 {log}_{3} \sqrt{3 x + 1} = 1 - {log}_{3} 4, then x = & q. 6 c. Product of roots of the equation 7^{{log}_{7} (x^{2} - 4 x + 5)} = (x - 1) is & r. 3 d. Number of integers satisfying {log}_{2} \sqrt{x} - 2 {({log}_{\frac{1}{4}} x)}_{\frac{1}{4}}^{2} + 1 > 0 are & s. 5 \end{matrix}$ Then which of the following is correct ?